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vol. 56, no. 4 (2008)
vol. 57, no. 1 (2009)
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vol. 57, no. 2 (2009)

Contents of issue 1, vol. 57

  1. I.G. Raftoyiannis, A.N. Kounadis: Dynamic buckling of non-sway imperfect rectangular steel frames
  2. S. Ochelski, T. Niezgoda: Parameter selection rules for elements of energy-absorbing structures
  3. I. Markiewicz: Analysis of elastic properties of thin-walled structures designed by SADSF method
  4. M.A. De Rosa, M. Lippiello: Natural vibration frequencies of tapered beams

I.G. Raftoyiannis, A.N. Kounadis: Dynamic buckling of non-sway imperfect rectangular steel frames
A nonlinear stability analysis is performed on non-sway rectangular two-bar steel frames subjected to a concentrated, suddenly applied joint load with constant magnitude and infinite duration. Using energy and geometric considerations, the dynamic buckling load is determined by considering the frame, being a continuous system, as a discrete 2 degrees-of-freedom system with corresponding coordinates of the two bar axial forces. The effect of imperfection sensitivity due to loading eccentricity is also addressed. A qualitative and quantitative analysis of these autonomous systems yields a substantial reduction of the computational work. The efficiency and reliability of the nonlinear stability analysis proposed herein is illustrated by several examples, which are also solved using finite element nonlinear analysis.

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S. Ochelski, T. Niezgoda: Parameter selection rules for elements of energy-absorbing structures
The paper presents the results of an experimental program and gives suggestions on the design of an energy-absorbing structure with respect to the kinetic energy of impact. The presented results account for the influence of the following factors on the energy-absorbing capability: matrix and reinforcement type, structure, shape and thickness of elements.

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I. Markiewicz: Analysis of elastic properties of thin-walled structures designed by SADSF method
The paper presents the results of analyses of elastic properties of thin-walled structures designed by means of the SADSF method, carried out in order to confirm its practical usefulness. The SADSF method makes it possible - without applying any iterative correction procedures - to effectively solve the problems of design of such structures. The method can be applied in cases when only boundary conditions are given. The obtained solutions are free of the structural errors which can significantly deteriorate load carrying ability of structures of this class.

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M.A. De Rosa, M. Lippiello: Natural vibration frequencies of tapered beams
In this paper the free vibrations frequencies of tapered Euler-Bernoulli beams are calculated, in the presence of an arbitrary number of rotationally and/or axially, elastically flexible constraints. The dynamic analysis is performed by means of the so-called cell discretization method (CDM), according to which the beam is reduced to a set of rigid bars, linked together by elastic sections, where the bending stiffness and the distributed mass of the bars is concentrated. The resulting stiffness matrix and mass matrix are easily deduced, and the generalized symmetric eingenvalue problem can be immediately solved. Various numerical comparisons allow us to show the potentialities of the proposed approach.

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